Answer:
The amount of depreciation expense that should be recorded for the second year is $28,600
Explanation:
The computation of the depreciation per units or bolts under the units-of-production method is shown below:
= (Original cost - residual value) ÷ (estimated production bolts)
= ($206,520 - $11,000) ÷ (752,000 bolts)
= ($195,520) ÷ (752,000 bolts)
= $0.26 per bolt
Now for the second year, it would be
= Production units in second year × depreciation per bolts
= 110,000 units × 0.26
= $28,600
Answer: 97.99
Explanation:
The one-year forward rate that an investor would be indifferent between the U.S. and Japanese investments will be:
= Spot rate × (1 + Japanese rate / 1 + U.S rate)
= 101 × (1 + 1% / 1 + 4.1%)
= 101 × [(1 + 0.01) / (1 + 0.041)]
= 101 × (1.01/1.041)
= 101 × 0.9702209
= 97.99
With an assumption that the company's accounting year is same as the calender year, the income statement would show $1,000 of rent expense.
<h3>What is an
income statement?</h3>
An income statement refers to a financial statement that shows a firm's income and expenditures for an accounting year.
Rent expenses = $2,400 prepaid rent / 12 months
Rent expenses = $200 per month
Rent expenses = $200 rent expense per month x 5 months (in Year 2)
Rent expenses = $1,000 rent expense
In conclusion, with an assumption that the company's accounting year is same as the calendar year, the income statement would show $1,000 of rent expense.
Read more about income statement
<em>brainly.com/question/24498019</em>
Answer:
$31 million
Explanation:
The computation of the amount of cash paid to suppliers of merchandise during the reporting period is shown below:
= Costs of goods sold + increase in inventory - increase in accounts payable
= $33 million + $3.8 million - $5.8 million
= $31 million
The Costs of goods sold + increase in inventory is also known as purchase of inventory
Answer:
$1,320.19
Explanation:
Loan amount = $225,000
Rate = 5.80%
Years = 30
PMT = ?
Initial payment = PMT(Rate/12, Years*12, -225,000)
Initial payment = PMT(5.80%/12, 360, -225,000)
Initial payment = 1320.185230439806
Initial payment = $1,320.19
Therefore, the initial payment on the loan is $1,320.19